data:image/png;base64,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data:image/png;base64,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-50The delete action that is initiated with d in customblock: 'modifyList'. Checks if answer exists on the list. If it doesn't it tells the user it is not there. If it does exist, the item is deleted

Calls an input feature. And when the user is done, it will hide the lists.

dblock1block2block3block4block5block6block8

0elements of the periodic table,cations,anionsavailability heuristic,relatativeness heuristic,framingeast of eden,ballad of the sad cafe,sonnetspolynomials,f(x) functionsmas+que,menos+que,comparacioneschurch,hagia sophia,ilya repinlists,concatenation,booleans